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Explore neural operators for solving PDEs, error convergence analysis, and distributed learning algorithms for heterogeneous multiscale functions and multi-operator settings.
Discover advanced sampling and inference techniques for data-driven physical modeling in scientific machine learning applications.
Explore deep learning-enhanced particle methods for solving the complex Landau equation in plasma physics, combining traditional structure-preserving techniques with neural networks.
Explore score-based generative models as Wasserstein proximal operators through mean-field games, featuring kernel-based approaches for enhanced training efficiency and manifold learning.
Discover probabilistic operator learning through ICON networks for Bayesian inference in differential equations, enabling uncertainty quantification and generative modeling.
Discover unsupervised in-context operator learning for solving high-dimensional mean field games efficiently without discretization or supervised labels in a single forward pass.
Discover a supervised learning approach for solving high-dimensional Hamilton-Jacobi PDEs using Wasserstein Hamiltonian flows and density coupling strategies.
Discover mixed-precision algorithms for training Neural ODEs, reducing computational costs while maintaining stability and accuracy in scientific machine learning applications.
Explore nonlocal interfacial modeling techniques for tracking bacterial colony formation and arrested fronts in biological pattern formation systems.
Explore how low-dimensional data structures explain transformer scaling laws through statistical estimation theory and empirical validation with large language models.
Discover a novel deep learning framework for solving Hamilton-Jacobi PDEs using characteristic methods, with applications to optimal transport problems and high-dimensional solutions.
Explore advanced computational methods for large-scale density functional theory calculations, their applications in materials modeling, and the performance of the DFT-FE open-source code.
Explore pitfalls of ML-based optimization in graph problems, comparing traditional approaches for Force Path Cut and Hypergraph Discovery. Gain insights on limitations and potential improvements in AI applications.
Explore discrete optimization techniques for structured learning, featuring algorithmic aspects, statistical setups, and approaches to feature selection and learning trees.
Optimization-in-loop AI framework for climate action: enhancing ML models with physics, constraints, and decision-making processes for energy grids, building efficiency, and more.
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